Compound Interest Calculator

Calculate investment growth with monthly contributions and compound interest

Calculate Your Investment Growth

Calculate Required Monthly Contribution

$

Amount you want to have in the future

$

Amount you invest each month

$

Starting amount (leave at 0 if not applicable)

%
years

Total Future Value

After years at % APR

Initial

Contributions

Interest

ROI: %

Return on investment

Initial
Contributions
Interest
initial contributions interest

Starting with and contributing /month for years, you'll have . Total invested: , Interest earned: (% ROI).

Contributing /month for years, you'll have . Total invested: , Interest earned: (% ROI).

Your investment grows to , earning in interest (% ROI).

Required Monthly Contribution

To reach in years at % APR

šŸŽ‰ Congratulations! Your initial investment will already exceed your goal.

Initial grows to:

Total Invested

Initial + Contributions

Interest Earned

ROI: %

Investment Breakdown

Initial investment grows to:
Monthly contributions:
Total contributions (over years):
Total invested:

Where your money comes from

Initial
Contributions
Interest
initial contributions interest

To reach in years: Contribute /month. Total invested: , Interest: (% ROI).

To reach in years: Contribute /month. Total invested: , Interest: (% ROI).

How Compound Interest Works

Compound interest is interest calculated on the initial principal and on the accumulated interest of previous periods. Think of it as "interest on interest."

The Formula (for initial principal):

A = P(1 + r/n)^(nt)
  • A = Future Value
  • P = Principal (initial investment)
  • r = Annual interest rate (as a decimal)
  • n = Number of times interest is compounded per year
  • t = Number of years

The Formula (for monthly contributions):

iā‚˜ = (1 + r/n)^(n/12) āˆ’ 1
FV = PMT Ɨ ((1 + iā‚˜)^(tƗ12) āˆ’ 1) / iā‚˜ Ɨ (1 + iā‚˜)
  • PMT = Monthly contribution
  • r = Nominal annual interest rate
  • n = Number of compounding periods per year
  • t = Number of years
  • iā‚˜ = Equivalent monthly rate for the selected compounding frequency

Monthly contributions are assumed to be made at the beginning of each month.

ROI (Return on Investment):

ROI = (Interest Earned / Total Invested) Ɨ 100%

Example: Contributing $1,000/month at 5% APR with monthly compounding for 10 years:

  • • Total invested: $120,000
  • • Interest earned: $35,929
  • • Future value: $155,929
  • • ROI: 29.94% (Excellent return!)

šŸ’” Tips to Maximize Compound Interest

  • • Start early: Time is your biggest ally. Even small investments grow significantly over decades.
  • • Higher frequency = better: Daily compounding earns more than annual, though the difference is small.
  • • Regular contributions: Adding money regularly dramatically accelerates growth (use with a retirement calculator).
  • • Watch the rate: A small difference in interest rate can mean thousands over long periods.